Employees who have retired from a company are placed in different benefit categories. The bar graph shows the percentages of the

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Employees who have retired from a company are placed in different benefit categories. The bar graph shows the percentages of the

retired employees in different benefit categories. Which statement about the employees is supported by the data in the bar graph? The number of employees in Category II or Category III is greater than the number of employees in Category I. More than half the employees are in Category I. The number of employees in Category II is twice the number of employees in Category III. The number of employees in Category I is three times the number of employees in Category II.
please help!

Mathematics

1 answer:

Alika [10] · Answer 1 · 2023-04-28T07:39:58+03:00

Using the given bar graph, it is found that the statement that is supported by the data in the bar graph is given by:

The number of employees in Category I is three times the number of employees in Category II.

<h3>What does the bar graph state?</h3>

Research the problem on the internet, it is found that:

45% of the employees are of Category I.

15% are of Category II.

30% are of Category III.

10% are of Category IV.

Hence the correct option is given by:

The number of employees in Category I is three times the number of employees in Category II, as 45% = 3 x 15%.

More can be learned about bar graphs at brainly.com/question/24481455

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